PhD theses supervised my members of the group in the last years

• 2024 - Iván Girona - Numerical approximation of the half-Laplacian and the Riesz-Feller operator 

• 2024 - Madhi Zreik - Spectral properties of Dirac operators on certain domains

• 2023 - Badreddine Benhellal - Spectral analysis of Dirac operators on bounded domains

• 2021 - Javier Canto - Geometric Harmonic Analysis: Cp weights, John--Nirenberg inequalities and Hajlasz capacity density conditions

• 2021 - Xuban Diez Izagirre - Non-local regularisations of scalar conservation laws

• 2021 - Nico Michele Schiavone - Spectral Theory of Non-self-adjoint Dirac Operators and Other Dispersive Models

• 2020 - Jorge Cayama Mendoza - Pseudospectral Methods for the Fractional Laplacian on R

• 2020 - Daniel Eceizabarrena - A geometric and physical study of Riemann's non-diferentiable function

• 2020 - Sandeep Kumar - Vortex filament equation for some regular polygonal curves

• 2020 - Javier Martínez-Perales - Generalized Poincaré-Sobolev inequalities

• 2020 - Natalia Accomazzo-Scotti - Topics in harmonic analysis; commutators and directional singular integrals

• 2020 - Mikel Aguirre Alonso - The Schrödinger Equation and Uncertainty Principles

• 2019 - Antsa Ratsimanetrimanana- Equilibrium and transport properties of quantum many-body systems

• 2019 - Isabella Marinelli - Advanced mathematical modelling of pancreatic B-cells 

• 2019- Andrea Trucchia - Front propagation in random media 

• 2019- Daniel Molina- Stochastic processes for anomalous diffusion 

• 2019 - Eduard Roure - Restricted weak type extrapolation of multi-variable operators and related topics

• 2019- Gabriela Capo -Computational predictive modeling of integrated cerebral metabolism, electrophysiology and hemodynamics 

• 2017 - Lucrezia Cossetti - Lamé and ZK: Spectral analysis and unique continuation